Reliability modeling, analysis and optimization by Hoang Pham

By Hoang Pham

As our sleek information-age society grows in complexity either when it comes to embedded platforms and purposes, the issues and demanding situations in reliability turn into ever extra advanced. Bringing jointly a few of the top specialists within the box, this quantity provides a large photograph of present learn on approach modeling and optimization in reliability and its functions. The ebook contains twenty-three chapters geared up into 4 elements: Reliability Modeling, software program caliber Engineering, software program Reliability, and upkeep and Inspection guidelines. those sections disguise quite a lot of vital themes, together with approach reliability modeling, optimization, software program reliability and caliber, upkeep thought and inspection, reliability failure research, sampling plans and schemes, software program improvement tactics and development, stochastic procedure modeling, statistical distributions and research, fault-tolerant functionality, software program measurements and value effectiveness, queueing conception and purposes, method availability, reliability of repairable platforms, checking out sampling inspection, software program power adulthood version, sped up existence modeling, statistical regulate, and HALT checking out.

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To illustrate the charting procedure of the three charts, an example is also presented. Finally, the performance of the charts is studied when there is a change in the underlying distribution. May 30, 2006 10:33 46 WSPC/SPI-B303: Reliability Modeling... Trim Size for 9in x 6in P. R. Sharma, M. Xie and T. N.

Anderson and P. Lee, Fault Tolerance: Principles and Practice (PrenticeHall, New Jersey, 1981). 2. D. K. Pradhan and N. H. Vaidya, Roll-forward and rollback recovery: Performance-reliability trade-off, Proceedings of the 24th International Symposium on Fault-Tolerant Computings, 1994, pp. 186–195. ch02 May 30, 2006 10:33 WSPC/SPI-B303: Reliability Modeling... Trim Size for 9in x 6in Optimal Checkpointing Interval for Task Duplication ch02 41 3. A. Ziv and J. Bruck, Performance optimization of checkpointing schemes with task duplication, IEEE Transactions on Computers 46 (1997) 1381–1386.

C. Cocozza-Thivent and R. Eymard Conclusion We have proposed a new numerical scheme to compute the availability of a component with general failure and repair rates, and more generally to compute the marginal distributions of a semi-Markov process. It is based on a finite volume scheme which requires a discretization in time and in space; a mathematical proof of the convergence of this algorithm when the discretization step tends to 0 is available. Numerical examples show that this scheme always gives admissible results, although they are less accurate when the rates are contrasted.

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